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 "cells": [
  {
   "cell_type": "code",
   "execution_count": 222,
   "metadata": {},
   "outputs": [],
   "source": [
    "import pandas as pd \n",
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "import pylab as mpl"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 223,
   "metadata": {},
   "outputs": [],
   "source": [
    "mpl.rcParams['font.sans-serif'] = ['YouYuan']  # 指定默认字体\n",
    "mpl.rcParams['axes.unicode_minus'] = False  # 解决保存图像是负号'-'显示为方块的问题\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 224,
   "metadata": {},
   "outputs": [],
   "source": [
    "boy = pd.read_excel('./体测分数_男生.xls')\n",
    "girl = pd.read_excel('./体测分数_女生.xls')"
   ]
  },
  {
   "source": [
    "高中体测数据可视化（体测分数_男生，体测分数-女生）\n",
    "\n",
    "1、对男1000米跑、男引体进行等宽分箱操作，分成3份，并使用饼图绘制百分比\n",
    "\n",
    "\n",
    "\n"
   ],
   "cell_type": "markdown",
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 225,
   "metadata": {},
   "outputs": [],
   "source": [
    "boy_run = boy['男1000米跑']\n",
    "boy_up = boy['男引体']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 226,
   "metadata": {},
   "outputs": [],
   "source": [
    "boy_run = pd.cut(boy_run,3)\n",
    "boy_up = pd.cut(boy_up,3)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 227,
   "metadata": {},
   "outputs": [],
   "source": [
    "count_run = boy_run.value_counts()\n",
    "count_up = boy_up.value_counts()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 269,
   "metadata": {},
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "Text(0.5, 1.0, '男引体')"
      ]
     },
     "metadata": {},
     "execution_count": 269
    },
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     "output_type": "display_data",
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     },
     "metadata": {}
    }
   ],
   "source": [
    "plt.figure(figsize=(20,15))\n",
    "plt.subplot(2,1,1)\n",
    "plt.pie(\n",
    "    count_run.to_list(),\n",
    "    colors=['#F08080','#20B2AA','#F4A460'],\n",
    "    labels=count_run.index,\n",
    "    autopct='%0.2f%%',\n",
    "    wedgeprops={'linewidth':2,\n",
    "                    # 'width':0.3,\n",
    "                    'edgecolor':'white'})\n",
    "plt.title(label='男男1000米跑',family='YouYuan',fontsize=20)\n",
    "plt.subplot(2,1,2)\n",
    "plt.pie(\n",
    "    count_up.to_list(),\n",
    "    colors=['#F08080','#20B2AA','#F4A460'],\n",
    "    labels=count_up.index,\n",
    "    autopct='%0.2f%%',\n",
    "    wedgeprops={'linewidth':2,\n",
    "                    # 'width':0.3,\n",
    "                    'edgecolor':'white'})\n",
    "plt.title('男引体',family='YouYuan',fontsize=20)\n",
    "\n"
   ]
  },
  {
   "source": [
    "2、对女800米跑、女跳远进行直方图绘制统计各分数段人数，分成4份"
   ],
   "cell_type": "markdown",
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 229,
   "metadata": {},
   "outputs": [],
   "source": [
    "girl_run = girl['女800米跑']\n",
    "girl_jump = girl['女跳远']\n",
    "\n",
    "#排除异常值\n",
    "cond_run = girl_run<=6\n",
    "girl_run = girl_run[cond_run]\n",
    "#排除异常值\n",
    "cond_jump = girl_jump>=0\n",
    "girl_jump = girl_jump[cond_jump]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 266,
   "metadata": {},
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "Text(0.5, 1.0, '女跳远')"
      ]
     },
     "metadata": {},
     "execution_count": 266
    },
    {
     "output_type": "display_data",
     "data": {
      "text/plain": "<Figure size 1080x576 with 2 Axes>",
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     },
     "metadata": {
      "needs_background": "light"
     }
    }
   ],
   "source": [
    "plt.figure(figsize=(15,8))\n",
    "plt.subplot(1,2,1)\n",
    "plt.hist(girl_run,bins=4,color='#F08080')\n",
    "plt.title('女800米跑',family='YouYuan',fontsize=20)\n",
    "plt.subplot(1,2,2)\n",
    "plt.hist(girl_jump,bins=4,color='#20B2AA')\n",
    "plt.title('女跳远',family='YouYuan',fontsize=20)"
   ]
  },
  {
   "source": [
    "3、使用嵌套饼图对比男女生体重指数进行比例统计，分为正常、低体重、超重、肥胖(男女生体重指数参考如下)"
   ],
   "cell_type": "markdown",
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 231,
   "metadata": {},
   "outputs": [],
   "source": [
    "boy_weight = boy['BMI']\n",
    "girl_weight = girl['BMI']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 232,
   "metadata": {},
   "outputs": [],
   "source": [
    "#男生\n",
    "#正常 16.5 -- 23.2\n",
    "#低体重 <=16.4\n",
    "#超重 23.3-26.3\n",
    "#肥胖    >=26.4\n",
    "\n",
    "def boycount(x):\n",
    "    if x <= 16.4:\n",
    "        return '低体重'\n",
    "    elif x <= 23.2:\n",
    "        return '正常'\n",
    "    elif x <= 26.3:\n",
    "        return '超重'\n",
    "    else:\n",
    "        return '肥胖'\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 233,
   "metadata": {},
   "outputs": [],
   "source": [
    "#女生\n",
    "#正常   16.5-22.7\n",
    "#低体重 <=16.4\n",
    "#超重   22.8-25.2\n",
    "#肥胖   >=25.3\n",
    "\n",
    "\n",
    "def girlcount(x):\n",
    "    if x <= 16.4:\n",
    "        return '低体重'\n",
    "    elif x <= 22.7:\n",
    "        return '正常'\n",
    "    elif x <= 25.2:\n",
    "        return '超重'\n",
    "    else:\n",
    "        return '肥胖'"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 234,
   "metadata": {},
   "outputs": [],
   "source": [
    "boy_weight = boy_weight.map(boycount).value_counts()\n",
    "girl_weight = girl_weight.map(girlcount).value_counts()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 249,
   "metadata": {},
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "Text(0.5, 1.0, '男女生体重指数比')"
      ]
     },
     "metadata": {},
     "execution_count": 249
    },
    {
     "output_type": "display_data",
     "data": {
      "text/plain": "<Figure size 720x720 with 1 Axes>",
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transform=\"scale(0.015625)\"/>\r\n      <path d=\"M 2250 -300 \r\nQ 2300 -950 1150 -600 \r\nQ 1000 -350 1250 -300 \r\nQ 2000 -550 1950 -250 \r\nL 1950 1200 \r\nL 950 1200 \r\nQ 900 0 500 -650 \r\nQ 250 -800 250 -500 \r\nQ 650 400 650 1300 \r\nL 650 4200 \r\nQ 650 4700 1150 4700 \r\nL 1750 4700 \r\nQ 2300 4700 2250 4200 \r\nL 2250 -300 \r\nz\r\nM 3050 4500 \r\nQ 3450 3850 3650 3000 \r\nQ 3550 2750 3350 2900 \r\nQ 3100 3800 2750 4400 \r\nQ 2800 4650 3050 4500 \r\nz\r\nM 5800 4400 \r\nQ 5550 3500 5100 2900 \r\nQ 4800 2750 4800 3050 \r\nQ 5300 3800 5450 4500 \r\nQ 5700 4750 5800 4400 \r\nz\r\nM 1650 4400 \r\nL 1250 4400 \r\nQ 950 4400 950 4100 \r\nL 950 3100 \r\nL 1950 3100 \r\nL 1950 4100 \r\nQ 2000 4400 1650 4400 \r\nz\r\nM 1950 2800 \r\nL 950 2800 \r\nL 950 1500 \r\nL 1950 1500 \r\nL 1950 2800 \r\nz\r\nM 4050 4900 \r\nQ 4200 5100 4350 4900 \r\nL 4350 2600 \r\nL 5850 2600 \r\nQ 6050 2450 5850 2300 \r\nL 4350 2300 \r\nL 4350 1200 \r\nL 6100 1200 \r\nQ 6300 1050 6100 900 \r\nL 4350 900 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4550 4300 4500 \r\nQ 4300 3700 4350 2900 \r\nL 6000 2900 \r\nQ 6200 2750 6000 2600 \r\nL 4350 2600 \r\nQ 4600 50 5400 -400 \r\nQ 5800 -700 5800 750 \r\nQ 5900 1000 6100 750 \r\nQ 6100 -900 5450 -800 \r\nQ 4350 -400 4050 2600 \r\nL 2500 2600 \r\nL 2500 -150 \r\nQ 2500 -700 3500 650 \r\nQ 3800 800 3750 450 \r\nQ 3050 -450 2650 -650 \r\nQ 2200 -850 2200 -250 \r\nL 2200 4250 \r\nQ 2200 4750 2700 4750 \r\nQ 4150 4750 5700 4950 \r\nz\r\nM 4000 4500 \r\nQ 3550 4450 2800 4450 \r\nQ 2500 4450 2500 4150 \r\nL 2500 2900 \r\nL 4050 2900 \r\nQ 4000 3600 4000 4500 \r\nz\r\nM 3900 300 \r\nQ 4300 -200 4500 -650 \r\nQ 4550 -900 4250 -800 \r\nQ 4050 -350 3700 50 \r\nQ 3650 350 3900 300 \r\nz\r\nM 1600 4900 \r\nQ 1450 4100 1250 3350 \r\nL 1250 -800 \r\nQ 1100 -1000 950 -800 \r\nL 950 2650 \r\nQ 750 2150 350 1750 \r\nQ 100 1700 150 1950 \r\nQ 1050 3150 1300 4950 \r\nQ 1500 5150 1600 4900 \r\nz\r\n\" id=\"YouYuan-4f4e\" transform=\"scale(0.015625)\"/>\r\n      <path d=\"M 1400 4900 \r\nQ 1550 5150 1700 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3150 2200 3687 \r\nQ 2000 4225 1600 4225 \r\nz\r\nM 1600 50 \r\nQ 1050 50 675 625 \r\nQ 300 1200 300 2250 \r\nQ 300 3225 662 3825 \r\nQ 1025 4425 1600 4425 \r\nQ 2150 4425 2512 3850 \r\nQ 2875 3275 2875 2250 \r\nQ 2875 1225 2512 637 \r\nQ 2150 50 1600 50 \r\nz\r\n\" id=\"YouYuan-30\" transform=\"scale(0.015625)\"/>\r\n      <path d=\"M 2800 1250 \r\nQ 2800 775 2450 412 \r\nQ 2100 50 1475 50 \r\nQ 1025 50 700 300 \r\nQ 375 550 375 875 \r\nQ 375 1025 475 1137 \r\nQ 575 1250 675 1250 \r\nQ 825 1250 887 1137 \r\nQ 950 1025 950 950 \r\nQ 950 825 900 737 \r\nQ 850 650 850 575 \r\nQ 850 425 1037 325 \r\nQ 1225 225 1450 225 \r\nQ 1900 225 2125 487 \r\nQ 2350 750 2350 1300 \r\nQ 2350 1750 2112 2025 \r\nQ 1875 2300 1225 2300 \r\nL 1225 2475 \r\nQ 1725 2475 1962 2712 \r\nQ 2200 2950 2200 3375 \r\nQ 2200 3725 2012 3987 \r\nQ 1825 4250 1425 4250 \r\nQ 1250 4250 1050 4162 \r\nQ 850 4075 850 3875 \r\nQ 850 3675 900 3625 \r\nQ 950 3575 950 3500 \r\nQ 950 3375 900 3300 \r\nQ 850 3225 725 3225 \r\nQ 625 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xlink:href=\"#YouYuan-25\"/>\r\n    </g>\r\n   </g>\r\n   <g id=\"text_10\">\r\n    <!-- 14.33% -->\r\n    <g transform=\"translate(297.413809 388.803752)scale(0.1 -0.1)\">\r\n     <use xlink:href=\"#YouYuan-31\"/>\r\n     <use x=\"50\" xlink:href=\"#YouYuan-34\"/>\r\n     <use x=\"100\" xlink:href=\"#YouYuan-2e\"/>\r\n     <use x=\"150\" xlink:href=\"#YouYuan-33\"/>\r\n     <use x=\"200\" xlink:href=\"#YouYuan-33\"/>\r\n     <use x=\"250\" xlink:href=\"#YouYuan-25\"/>\r\n    </g>\r\n   </g>\r\n   <g id=\"text_11\">\r\n    <!-- 8.77% -->\r\n    <g transform=\"translate(342.438561 347.280888)scale(0.1 -0.1)\">\r\n     <defs>\r\n      <path d=\"M 625 1125 \r\nQ 625 725 887 475 \r\nQ 1150 225 1550 225 \r\nQ 2025 225 2237 475 \r\nQ 2450 725 2450 1100 \r\nQ 2450 1425 2150 1725 \r\nQ 1850 2025 1250 2275 \r\nQ 950 2075 787 1775 \r\nQ 625 1475 625 1125 \r\nz\r\nM 2825 1175 \r\nQ 2825 700 2475 375 \r\nQ 2125 50 1550 50 \r\nQ 1025 50 650 375 \r\nQ 275 700 275 1125 \r\nQ 275 1550 487 1850 \r\nQ 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xlink:href=\"#YouYuan-32\"/>\r\n     <use x=\"50\" xlink:href=\"#YouYuan-2e\"/>\r\n     <use x=\"100\" xlink:href=\"#YouYuan-35\"/>\r\n     <use x=\"150\" xlink:href=\"#YouYuan-33\"/>\r\n     <use x=\"200\" xlink:href=\"#YouYuan-25\"/>\r\n    </g>\r\n   </g>\r\n   <g id=\"text_13\">\r\n    <!-- 男女生体重指数比 -->\r\n    <g transform=\"translate(179 27.317187)scale(0.25 -0.25)\">\r\n     <defs>\r\n      <path d=\"M 3100 2050 \r\nL 3050 1550 \r\nL 5300 1550 \r\nQ 5900 1550 5850 1000 \r\nL 5800 -150 \r\nQ 5750 -800 5000 -850 \r\nQ 4450 -900 3500 -700 \r\nQ 3350 -450 3600 -400 \r\nQ 5450 -800 5500 -100 \r\nL 5550 950 \r\nQ 5550 1250 5250 1250 \r\nL 3000 1250 \r\nQ 2700 -400 300 -850 \r\nQ 50 -750 250 -550 \r\nQ 2350 -150 2700 1250 \r\nL 650 1250 \r\nQ 450 1400 650 1550 \r\nL 2750 1550 \r\nL 2800 2050 \r\nQ 2950 2300 3100 2050 \r\nz\r\nM 3050 4650 \r\nL 1600 4650 \r\nQ 1250 4650 1250 4200 \r\nL 1250 3800 \r\nL 3050 3800 \r\nL 3050 4650 \r\nz\r\nM 5000 4650 \r\nL 3350 4650 \r\nL 3350 3800 \r\nL 5350 3800 \r\nL 5350 4250 \r\nQ 5400 4650 5000 4650 \r\nz\r\nM 3050 3500 \r\nL 1250 3500 \r\nL 1250 3050 \r\nQ 1250 2600 1650 2650 \r\nL 3050 2650 \r\nL 3050 3500 \r\nz\r\nM 5350 3500 \r\nL 3350 3500 \r\nL 3350 2650 \r\nL 5000 2650 \r\nQ 5400 2600 5350 3000 \r\nL 5350 3500 \r\nz\r\nM 1600 4950 \r\nL 5050 4950 \r\nQ 5700 4900 5650 4300 \r\nL 5650 2950 \r\nQ 5700 2300 5000 2350 \r\nL 1550 2350 \r\nQ 950 2300 950 3000 \r\nL 950 4250 \r\nQ 950 4950 1600 4950 \r\nz\r\n\" id=\"YouYuan-7537\" transform=\"scale(0.015625)\"/>\r\n      <path d=\"M 2550 4850 \r\nQ 2800 5050 2850 4750 \r\nQ 2650 4100 2450 3600 \r\nL 6000 3600 \r\nQ 6200 3450 6000 3300 \r\nL 4900 3300 \r\nQ 4650 1750 3800 600 \r\nQ 5050 0 5850 -550 \r\nQ 5950 -850 5650 -800 \r\nQ 4900 -300 3600 350 \r\nQ 2500 -600 550 -800 \r\nQ 300 -700 500 -500 \r\nQ 2100 -350 3300 500 \r\nQ 2450 900 1600 1250 \r\nQ 1250 1400 1450 1900 \r\nQ 1750 2550 2050 3300 \r\nL 300 3300 \r\nQ 100 3450 300 3600 \r\nL 2100 3600 \r\nQ 2400 4250 2550 4850 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\n"
     },
     "metadata": {}
    }
   ],
   "source": [
    "plt.figure(figsize=(10,10))\n",
    "plt.pie(\n",
    "    boy_weight,\n",
    "    colors=['#F08080','#20B2AA','#F4A460','#4682B4'],\n",
    "    autopct='%.2f%%',\n",
    "    radius=1,\n",
    "    pctdistance=0.85,\n",
    "    labels=boy_weight.index,\n",
    "    wedgeprops={'linewidth':5,# 间隔的宽度\n",
    "                'width':0.3, # 饼图的宽度\n",
    "                'edgecolor':'white'},# 间隔的颜色\n",
    "    textprops={'family':'YouYuan','fontsize':18})\n",
    "    \n",
    "\n",
    "plt.pie(\n",
    "    girl_weight,\n",
    "    colors=['#F08080','#20B2AA','#F4A460','#4682B4'],\n",
    "    radius=0.7,\n",
    "    autopct='%0.2f%%',\n",
    "    pctdistance=0.55,\n",
    "    # labels=girl_weight.index,\n",
    "    wedgeprops={'linewidth':5,# 间隔的宽度\n",
    "                'width':0.4, # 饼图的宽度\n",
    "                'edgecolor':'white'})\n",
    "\n",
    "plt.legend(boy_weight.index)\n",
    "plt.title(label='男女生体重指数比',fontsize=25,pad=10)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ]
}